Every number that can be defined in English language so that Virgil and Zeit Geist know what is meant and are able to distinguish it from any other number - every such number belongs to the countable set of all defineable numbers.

Every uncountability-"proof" supplies a further defined number (or nothing at all). Therefore it is in principle impossible to prove something being uncountable. It is only possible to prove that something has *not yet* been counted. When, at the end of times, all Cantor-lists will have been constructed, they all will be counted. Further diagonalization is impossible, because time has ended - like every infinite Cantor-list "has an end".